10 for Tot=2 to 999920 for X=1 to Tot-130 Y=Tot-X40 Px=prm(X):Py=prm(Y)50 Lhs=Px^Py-Py^Px60 Rhs=Px*Py^2-1970 if Lhs=Rhs then print Px,Py80 next90 next

finds only

x=2, y=3x=2, y=7

and tested all total ordinalities of primes through 231 (for example the 100th prime and the 131st prime have total of their ordinalities at 231), as overflow occurred during the total ordinality of 232.